If ' $g$ ' and ' $m$ ' represent the numbers of times a square and a quadrilateral resume their initial positions while rotating, then find the value of $g \times m$ .

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0.0

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Solution

The correct option is C 0.0
A square has all 4 sides and angles equal.
So, Number of times a square resumes its position in a complete turn = 4

A quadrilateral is 4 sides figure.
Number of times a quadrilateral resumes its position in a complete turn = 0
Thus, $m = 0$
Hence,
$g \times m = 4 \times 0 = 0$

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